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      by 
      Adamatzky, Andrew.
      Format: 
      Alıntı: 
      robots. -- 5 Programming reaction-diffusion processors. -- 6 Silicon Reaction-Diffusion Processors. -- 7
      by 
      Shell Process Control Workshop (2nd : 1988 : Houston, Tex.)
      Format: 
      Alıntı: 
      Linear Control Stabilization Interpretation of the Necessary Conditions; IV Practical Interpretation of a
      by 
      Votruba, Ladislav.
      Format: 
      Alıntı: 
      mathematical methods used in systems theory have been given detailed treatment. Linear and dynamic programming
      by 
      Brousse, Pierre.
      Format: 
      Alıntı: 
      PROGRAMMING NUMERICAL METHODS; 5.A. Unconstrained optimization; 5.1 Iterative methods; 5.2 Minimization on a
      by 
      Gelsema, Edzard S., 1937-
      Format: 
      Alıntı: 
      -DIMENSIONAL RECONSTRUCTION BY MEANS OF LINEAR PROGRAMMING TECHNIQUES; 3. DETERMINATION OF THE OPTIMAL BIPLANE ANGIOGRAPHIC
      by 
      Symposium on a New Approach to Scientific Computation (1982 : IBM Thomas J. Watson Research Center)
      Format: 
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      AND CONVEX PROGRAMMING; 11. ARITHMETIC EXPRESSIONS; CONCLUSIONS; REFERENCES; CHAPTER 4. EVALUATION OF
      by 
      International Symposium on Interval Mathematics (2nd : 1980 : Universität Freiburg)
      Format: 
      Alıntı: 
      . BOUNDING f* BUT NOT x; XVIII. A DIFFICULTY; XIX. LINEAR PROGRAMMING; XX. INTEGER PROGRAMMING; XXI. THE
      by 
      Simon, Harold A.
      Format: 
      Alıntı: 
      8.3 Differential Calculus8.4 Lagrange Multipliers; 8.5 Numerical Methods; 8.6 Linear Programming; 8
      by 
      Advanced Seminar on Special Functions (1975 : Madison, Wis.)
      Format: 
      Alıntı: 
      Association Scheme; 6 Association Schemes Obtained from Graphs and Other Sources; 7 The Linear Programming
      by 
      Boudarel, R. (René)
      Format: 
      Alıntı: 
      -- pt. III. Numerical synthesis of the optimal controller for a linear process. General discussion of
      by 
      Symposium on Optimizing Methods in Statistics (1971 : Ohio State University)
      Format: 
      Alıntı: 
      ; References; CHAPTER 12. ON RELATIONSHIPS BETWEEN THE NEYMAN-PEARSON PROBLEM AND LINEAR PROGRAMMING
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